00:01
There's a whole lot that's hidden in this question.
00:03
Okay, so if we take the data that's given to us and we plot it, at zero seconds, we've got 2 .6 times 10 to the 11, and then we go to 1 .08 times 10 to 11 and so forth.
00:16
We plot the data that's given to us.
00:20
Then we can draw a tangent, and from that tangent, we can assume a slope, change in concentration over change in time.
00:30
You use graph paper, you probably get a little bit better.
00:33
I'm getting about negative 6 .0 times 10 to the 10, not negative 10, times 10 to the 10 molecules per centimeter cubed per second.
00:54
Okay, now the next one is the challenging part.
00:59
It's helpful to write the chemical reaction.
01:02
We recognize that two clos are creating one cl2 -o2.
01:08
So we are producing cl202 at half the rate that we are consuming clo.
01:16
So if we want to determine the rate, instantaneous rate of production of clo2 at one second, then it's just a piece of cake.
01:24
It's just half of that.
01:27
It's half of this.
01:28
It's going to be about three.
01:31
I think your book shows about four times 10 to the 10 molecules.
01:41
Per centimeter cubed per second.
01:44
It's going to be positive because we're making it.
01:47
So how in the world can we graph this? it didn't give us the results for this.
01:52
But what we can do is we can determine the concentrations of cl2o2 at each time by taking the concentrations of clo, their differences...